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Magnetic Flux density is the measure of the number of magnetic lines of force per unit of cross-sectional area.

The general symbol for magnetic flux density is B and the unit is the weber per square meter (Wb/m2). One weber per square meter is called a tesla (T).

If both the total flux and the area of the magnetic path are known, the flux density is found from:

http://textflow.mheducation.com/figures/1743075081/jen0033x_eq0306a.jpg

Where:

  • B = flux density in tesla (Wb/m2)
  • Φ = total flux in webers
  • A = area in m2

Magnetic Flux Density Example

A magnetic circuit has a cross-sectional area of 100mm2 and a flux density of 0.01T. Calculate the total flux in the circuit.

http://textflow.mheducation.com/figures/1743075081/jen0033x_eq0307.jpg

Note: The answer is expressed in webers and not in lines of force.

Example of Magnetic Flux Density 2

An air core coil has 0.65 μ Wb of flux in its core. Calculate the flux density if the core diameter is 4 cm.

Solution

First, we’ll calculate the core area:

\[A=\pi ~{{r}^{2}}=3.14*{{\left( 0.02m \right)}^{2}}=1.256*~{{10}^{-3}}~{{m}^{2}}\]

Now, we can calculate the magnetic flux density using the following formula:

\[B=\frac{\varphi }{A}=~\frac{0.65*~{{10}^{-6}}~Wb}{1.256*~{{10}^{-3}}~{{m}^{2}}}=5.175*~{{10}^{-4}}~T\]

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